[PDF] Top 20 Analytical Solutions of Some Two Point Non Linear Elliptic Boundary Value Problems
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Analytical Solutions of Some Two Point Non Linear Elliptic Boundary Value Problems
... Linear and nonlinear phenomena are of fundamental importance in various fields of science and ...real-life problems are still very difficult to ...approximate analytical solutions such as ... See full document
15
Existence and nonexistence of positive solutions for fractional order two point boundary value problems
... positive solutions for a type of nonlinear fractional-order two-point boundary value ...fixed point theorem of the cone expansion and compression of functional type due to Avery ... See full document
11
Estimation of Parameters of Boundary Value Problems for Linear Ordinary Differential Equations with Uncertain Data
... one-dimensional two-point BVP with decoupling boundary conditions at the endpoints of the interval and quadratic restrictions imposed on the unknown deterministic data and the second moments of ... See full document
29
Existence of solutions for some two-point fractional boundary value problems under barrier strip conditions
... in non-Newtonian fluid mechanics, diffusion and transportation theory, engineering, biol- ogy, image processing, and other fields [9, 12, 15–19, 21, 24, 25, 35, 36, 38, 41–47], the frac- tional differential equations ... See full document
8
Existence and multiplicity of solutions for some three point nonlinear boundary value problems
... [4] C. P. Gupta and S. I. Trofimchuk, Existence of a solution of a three-point boundary value problem and the spectral radius of a related linear operator, Nonlinear Analysis. Theory, Methods ... See full document
17
Lower and Upper Solutions for General Two-Point Fractional Order Boundary Value Problems
... upper solutions, coupled with a monotone iterative technique, provides an effective and flexible mechanism that offers theoretical as well as constructive results for nonlinear problems on a closed ...upper ... See full document
8
Renormalized Coordinate Stretching: A Generalization of Shoot and Fit with Application to Stellar Structure
... for non-linear two-point boundary value problems derives from conven- tional coordinate perturbation ...Singular Non-Linear Boundary Value ... See full document
9
On positive solutions for nonhomogeneous m-point boundary value problems with two parameters
... multipoint boundary value problems by using the fixed-point theorem, the fixed point index theory, and the lower and upper solutions ...positive solutions for the following ... See full document
11
Radial symmetry of positive solutions for nonlinear elliptic boundary value problems
... positive solutions of some elliptic equations, notably the symmetry of ...of some overdetermined elliptic ...positive solutions of non- linear elliptic ...of ... See full document
7
Spline solutions for nonlinear two point boundary value problems
... In this paper we shall present some methods for the continuous approximation of the solution of the two point real nonlinear boundary value problem.. by the use of spline functions of or[r] ... See full document
17
EXISTENCE AND MULTIPLE POSITIVE SOLUTIONS TO SYSTEMS OF DIFFERENTIAL EQUATIONS OF FRACTIONAL ORDER
... positive solutions and mul- tiple positive solutions for two-point and multi-point boundary value problems (BVPs) associated with ordinary and fractional order ... See full document
12
Terminal value problem for singular ordinary differential equations: Theoretical analysis and numerical simulations of ground states
... jectory (ρ(r), p(r)ρ (r)), r ≥ 0, emanating from the segment E, “moves” in a natural way (initially, when ρ(r) < 0) toward the positive pρ -semiaxis and then (when ρ(r) ≥ 0) to- ward the positive ρ-semiaxis (see ... See full document
28
Existence results for classes of infinite semipositone problems
... can be chosen small enough, ψ ≤ Z. Thus, () has a positive solution for every a > . Also, all positive solutions are bounded above by Z. Hence, when a is close to , every positive solution of () approaches ... See full document
9
Singularities of Corner Problems and Problems of Corner Singularities
... its boundary is very large, see in the middle of Figure 7, the behavior of its solutions are almost ...The solutions of coercive elliptic boundary value problems on can be ... See full document
22
Existence of Positive Solutions for Fourth-Order Three-Point Boundary Value Problems
... 2], boundary value problems for second- and higher-order di ff er- ential equations play a very important role in both theory and ...of solutions and positive solutions to bound- ary ... See full document
10
Existence of solutions of elliptic boundary value problems with mixed type nonlinearities
... the existence of multiple nontrivial solutions for (P) are obtained by minimax methods and Morse theory.. It is well known that the (AR) condition is quite natural and convenient not onl[r] ... See full document
11
Existence and Iteration of Positive Solutions for One-Dimensional -Laplacian Boundary Value Problems with Dependence on the First-Order Derivative
... Similar reason, the results in 12, 13 are also incorrect, as they deal with the nonlinear systems. Under the boundary condition 1.3, we could avoid 3.31 to occur. With the similar argument of Theorem 3.4, we could ... See full document
14
Positive solutions of an asymptotically planar system of elliptic boundary value problems
... We will prove an existence result of positive solutions for an asymptotically planar system of two elliptic equations.. It will be used as main tools for a Maximum Principle and a result[r] ... See full document
6
Positive solutions of nonhomogeneous boundary value problems for some nonlinear equation with ϕ-Laplacian
... Boundary value problems, including the φ-Laplacian operator, have received a lot of attention with respect to the existence and multiplicity of ...such problems with Dirichlet, Neumann or ... See full document
8
Quasi-concavity for semilinear elliptic equations with non-monotone and anisotropic nonlinearities
... A boundary-value problem for a semilinear elliptic equation in a convex ring is con- ...(constant) boundary values is shown to decrease along each ray starting from the origin, and to have ... See full document
15
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